A group consists of 10 men and 11 women. in how many ways can a team of exactly 4 men and 6 women be selected?

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asked Jun 19, 2019 163k views

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Sanghyun · Answer 1 · 2019-06-24T21:38:57+0000

C(10,4)×C(11,6) = 210×462 = 97,020

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Any of the choices of 4 of 10 men can be combined with any of the choices of 6 of 11 women. The "n choose k" function, C(n, k) is computed as n!/(k!×(n-k)!).

A group consists of 10 men and 11 women. in how many ways can a team of exactly 4 men and 6 women be selected?

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